(1) Arizona State University, 85287-6106 Tempe, AZ, USA;(2) Sandia National Laboratories, 87185 Albuquerque, NM, USA;(3) Present address: M 2 Motorola, P.O. Box 6000, M/P, 3501 Ed Bluestein Blvd., 78762 Austin, TX, USA
Abstract:
Performing a finite element analysis requires overlaying an object with a mesh of varying density based on the expected stress levels within the part. Attempts have been made in the past to automat the finite element meshing procedure. The method presented here is intelligent in the sense that it examines the complete part for potential stress gradients and decomposes the part into hexahedral regions according to the geometry gradients in the part. High geometry gradients are regions of high curvature, especially edges. The algorithm segregates high gradient features into isolation volumes. It then continues to decompose each isolation volume dependent on the particular geometry contained in the feature. The result is a set of hexahedral bricks suitable for passing to an automatic meshing routine.